In the right circumstances, however, the player sometimes will break up a flush, a straight, or a pair of jacks or better. If you do not have one of the "always keep" hands, use the following list. Possible predraw hands are listed in order. Find the highest listing that fits your predraw hand, and discard any cards that do not fit the hand. For example, if your hand includes jack of spades, jack of diamonds, 10 of diamonds, 9 of diamonds, and 8 of diamonds, you have four cards to an open straight flush in diamonds, and you also have a pair of jacks or better. The four-card open straight flush is higher on the list than the pair of jacks or better, so you would discard the jack of spades and draw to the four-card straight flush. You are giving up the certain 1-for-1 payoff for a pair of jacks, but you have a chance at a straight flush with either a queen or 7 of diamonds, could draw a flush with any other diamond, or still could finish with a pair of jacks by drawing the jack of either clubs or hearts.
In this chapter you learned how video poker strategy charts are created. The process is very computationally intense. By using the math of video poker to create a strategy that maximizes the return of every hand, the resultant strategy will have the highest return possible. You also learned that while there may be scores of lines in a strategy chart, the charts are straightforward to use. In order to properly use a strategy chart the video poker player must know the relative amount paid for each different hand. They must also know how to determine whether a straight or straight flush is a fully open or an inside hand. Having learned how to use a video poker strategy chart, you are ready to learn how to practice playing video poker in order to learn how to play without having to check a strategy chart for each hand. You will learn how to do this in chapter 7.
Video poker caught on because it appeared to be easier and less intimidating to play than table games. Video poker games are like slot machines except the players have a say in the outcome. The rules for play were simple; place a bet, deal a hand, select the cards to hold, draw replacements, and see the results. These playing rules are much simpler than all of the myriad bets that are available while playing live casino craps for example. In live casino or online video poker play there is no such thing as a pass line or come bet, a don’t pass or don’t come bet, place bets, lay bets, field bets, “yo-eleven” bets, whirl bets, big red, hard way bets, hop bets and the list goes on.
So far we have only learned about single play video poker games. You bet your credits, you push the deal button and one hand is dealt. You decide which cards of that hand you want to hold and press another button. New cards are dealt to replace the discards. You are now ready to play the next hand. These games are called single play games because you play one hand at a time.
Once I hit two 4 of a Kinds back to back.  The probability of hitting it once is 0.24%.  The chances of hitting it back to back are 0.24%2 = 0.0006%, or 1 in 179,000.  That's four times less likely than hitting a royal flush.  And I would have preferred the royal!  (By the way, purists will note that after you've hit a 4 of a Kind, the chances of hitting another four of a kind is just 0.24%, not 0.0006%, but I'm considering the probability of getting two back-to-back before I get the first one.) 

A kicker is simply a card from a certain set of cards. For Double Double Bonus, four aces pays 160 for 1. However, four aces with a kicker of a 2, 3 or 4 pays a whopping 400 for 1. This is two and one half times what is paid for four aces without a kicker. Getting four aces with a kicker pays half as much as a royal and it occurs two and a half times as often. Four 2’s, 3’s, or 4’s pay 80 for 1. Four 2’s, 3’s, or 4’s with a kicker of an ace, 2, 3, or 4 pays double that or 160 for 1.
All possible resulting hands and pays for a hold of just the ace of hearts must be calculated. The same must then be done for a save of just the 3 of spades, the 4 of hearts, the 5 of clubs, and the king of diamonds. Then the same must be done for each possible hold of two cards. Then the same is done for holds of three cards. The same is done for holds of four cards. Finally the return for a hold of all five cards is calculated. The returns are then compared in order to select the best possible hold (in terms of money returned). The results for each of the over two and a half million possible hands are summarized in order to develop the strategy.
You should always place the maximum bet because it makes you eligible to win the grand jackpot prize of 4,000 if you get a royal flush. If you bet with 1 or 2 coins and get a royal flush, the payout will not be proportionally equal. If betting 5 coins is too expensive for your gambling budget, you can find a lot of .25 machines as online casinos usually offer their bets in denominations that include different sizes such as .25, 0.50, 1, 2, 5 and even 10 and 20.

The minimum hand you need to win is a pair of Jacks. So in this hand we'll hold the Jack, hoping that we'll draw another Jack. We hold the Jack by tapping the picture of the Jack on the screen, or pressing the button for it on the console.  Then we'll tap the DRAW button to get four new cards, hoping that one of them is a Jack to match the Jack we held.


Break up a flush or a straight only when you have four cards to a royal flush. That is, if you have ace-king-queen-jack-9, all of clubs, discard the 9 to take a chance at the big payoff for the 10 of clubs. That still leaves open the possibility of a flush with any other club, a straight with any other 10, and a pair of jacks or better with any ace, king, queen, or jack.
Once I hit two 4 of a Kinds back to back.  The probability of hitting it once is 0.24%.  The chances of hitting it back to back are 0.24%2 = 0.0006%, or 1 in 179,000.  That's four times less likely than hitting a royal flush.  And I would have preferred the royal!  (By the way, purists will note that after you've hit a 4 of a Kind, the chances of hitting another four of a kind is just 0.24%, not 0.0006%, but I'm considering the probability of getting two back-to-back before I get the first one.)
Once I put $100 into a $0.25 machine and played it for a while.  I played it down to zero credits, and then I hit Four of a Kind, which saved me.  I played that down to zero again, and then I hit Four of a Kind again.  I played it down to zero credits a third time, and then hit Four of a Kind a third time!  But that was the end of my luck.  I didn't get it a fourth time, I just went bust.  Still, that was pretty unusual.
To be clear, Bovada's not perfect.  Once they got duped by a vendor (Betsoft) who provided progressive slots whose jackpots weren't winnable.  When I discovered this I alerted Bovada, and they pulled all the Betsoft games from the site, but I thought they were slow to do so and didn't offer proper restitution to affected players.  Still, even with this incident, their overall history is better than most; as just one example, there are many other casinos still offering Betsoft's questionable games.
Well, the charts on our site are on roughly accurate to within 0.1% of perfect play. So, if you find that game that returns 100.5%, you would be actually earning about 100.4% with our charts - not too bad. Not many charts get much closer than 0.1% because they would have to be extremely long and complicated to explain the subtle differences in rare hands.
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